Okuyama et al., 1987 - Google Patents
On the theorems of Gashütz and WillemsOkuyama et al., 1987
View PDF- Document ID
- 3803115333843920976
- Author
- Okuyama T
- Tsushima Y
- Publication year
External Links
Snippet
Let p be a prime and F= Z/(p). Let G be a finite group. By a p-chief factor, we mean a chief factor group V= HIK which is a^>-group, where HZDK are normal subgroups of G. Since V is elementary, it is regarded as an irreducible right FG-module. If V has a complement in G/K …
- 230000000295 complement 0 abstract description 4
Similar Documents
| Publication | Publication Date | Title |
|---|---|---|
| Buekenhout et al. | Linear spaces with flag-transitive automorphism groups | |
| Brandl et al. | The characterization of PSL (2, q) by its element orders | |
| BG50180A3 (en) | SWITCHING DEVICE WITH ASYNCHRONOUS TIME DIVISION | |
| EP0921627A3 (en) | High voltage charge pump using low voltage type transistors | |
| Okuyama et al. | On the theorems of Gashütz and Willems | |
| Street | Notions of topos | |
| Harris et al. | Finite groups having an involution centralizer with a 2-component of dihedral type | |
| Foxby | Injective modules under flat base change | |
| Gupta et al. | Diagonal embeddings of nilpotent groups | |
| Munn | On contracted semigroup rings | |
| Winter | On the structure of certain p-solvable linear groups | |
| Brumer | The class group of all cyclotomic integers | |
| Fleischmann et al. | The primitive 𝑝-Frobenius groups | |
| Puczyłowski | A note on graded algebras | |
| Chacron | On algebraic rings | |
| Gillespie et al. | A generalized Langford problem | |
| Williamson | Raikov systems | |
| Zhang | Structure of finite ISO-groups | |
| Klein | Rings with bounded index of nilpotence | |
| Formanek | The type I part of the regular representation | |
| Kaplan | Irreducible disconnected systems in groups | |
| Brewster et al. | Finite solvable groups acting 2-transitively on Sylow Subgroups | |
| Forrest et al. | A note on a type of approximate identity in the Fourier algebra | |
| JPS6473911A (en) | Digital filter | |
| Horlock | Further comments on “Losses and efficiencies in axial-flow turbines” |